@@ -124,12 +124,11 @@ def rhs(self,
124124 """Vector field (tendencies) of qgs system
125125
126126 Args:
127- x: State vector, shape: (system_dim)
127+ x: State vector of size (system_dim)
128128 t: times vector. Required as argument slot for some numerical
129129 integrators but unused.
130130 Returns:
131131 Vector field of qgs
132-
133132 """
134133
135134 dx = self .f (t , x )
@@ -143,13 +142,12 @@ def Jacobian(self,
143142 """Jacobian of the qgs system
144143
145144 Args:
146- x: State vector, shape: (system_dim)
145+ x: State vector of size (system_dim)
147146 t: times vector. Required as argument slot for some numerical
148147 integrators but unused.
149148
150149 Returns:
151- J: Jacobian matrix, shape: (system_dim, system_dim)
152-
150+ Jacobian matrix of size (system_dim, system_dim)
153151 """
154152
155153 J = self .Df (t , x )
@@ -187,8 +185,8 @@ def generate(self,
187185 convergence tolerance, etc.).
188186
189187 Returns:
190- Xarray Dataset of output vector and ( if return_tlm=True)
191- Xarray DataArray of TLMs corresponding to the system trajectory.
188+ Xarray Dataset of output vector, and if return_tlm=True
189+ Xarray DataArray of TLMs corresponding to the system trajectory.
192190 """
193191
194192 # Check that n_steps or t_final is supplied
@@ -294,7 +292,7 @@ def rhs_aux(self,
294292 t: Array of times with size (time_dim)
295293
296294 Returns:
297- State vector [ size: (system_dim,)]
295+ State vector of size (system_dim,)
298296 """
299297 # Compute M
300298 dxdt = self .rhs (x [:self .system_dim ], t )
@@ -351,7 +349,7 @@ def calc_lyapunov_exponents_series(
351349
352350 Returns:
353351 Lyapunov exponents for all timesteps, array of size
354- (total_time/rescale_time - 1, system_dim)
352+ (total_time/rescale_time - 1, system_dim)
355353 """
356354 # Set total_time
357355 if total_time is None :
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